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CS302 Semester Quiz 2 Nov 2025

Digital Logic Design PDF 31 KBUpdated 23 Oct 2026
Quiz CS302 Semester Quiz 2 Nov 2025 PDF 31 KB
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CS302 Digital Logic Design
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PDF 31 KB
Updated
23 Oct 2026
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Text from pages 2, 3, 4 of 6. Download the file for all 6 pages.

Question:

How many data select lines are required for selecting eight inputs?

  1. 1
  2. 3
  3. 2
  4. 4

Copied: 11/25/2025, 11:11:06 AM

Question:

Multiplexers are also known as ___________.

A. Data Setters B. Data Distributors C. Data Manipulators D. Data Selectors Copied: 11/25/2025, 11:11:25 AM

Question:

Two 2-input, 4-bit multiplexers 74X157 can be connected to implement a ____ multiplexer.

A. 4-input, 16-bit

B. 2-input, 4-bit

C. 4-input, 8-bit D. 2-input, 8-bit Copied: 11/25/2025, 11:11:57 AM

Question:

In a Digital System, Binary data is used and represented in__________.

A. Static B. Variable C. Serial D. Parallel Copied: 11/25/2025, 11:12:15 AM

Question:

In the population growth model, the solution of the differential equation is given by ______.

A. A(t)=A0ektA(t)=A0ektA(t) = {A_0}{e^{kt}} B. A(t)=A0/2A(t)=A0/2A(t) = {A_0}/2 C. A(t)=A0/2A(t)=A0/2A(t) = {A_0}/2 D. A(t)=kektA(t)=kektA(t) = k{e^{kt}} Copied: 11/25/2025, 11:13:12 AM

Question:

In differential equations, the symbol D is known as _________ operator.

A. relational B. differential C. arithmetic D. integral Copied: 11/25/2025, 11:13:28 AM

Question:

�I�f�t�h�e�a�u�x�i�l�i�a�r�y�e�q�u�a�t�i�o�n�,�a�m�2�+�b�m�+�c�=�0�,�h�a�s�t�w�o�u�n�e�q�u�a�l�r�e�a�l�r�o�o�t�s�m�1�a�n�d�m�2�t�h�e�n�t�h�e�s�o 2�+�b�y 2�+�c�y�=�0�,�c�o�u�l�d�b�e�_�_�_�_�_�_�_�_�_�.� �I�f�t�h�e�a�u�x�i�l�i�a�r�y�e�q�u�a�t�i�o�n�,�a�m�2�+�b�m�+�c�=�0�,�h�a�s�t�w�o�u�n� �t�i�o�n�s�o�f�t�h�e�d�i�f�f�e�r�e�n�t�i�a�l�e�q�u�a�t�i�o�n�,�a�y 3�+�b�y 2�+�c�y�=�0�,�c�o�u�l�d�b�e�_�_�_�_�_�_�_�_�_�.� �\�b�e�g�i�n�{�g�a�t�h�e� {\text{If}}\,\,{\text{the}}\,\,{\text{auxiliary}}\,\,{\text{equation,}}\,\,a{m^2} + bm + c = 0,\,\,{\text{has}}\,\,{\text{two}}\,\,{\t ext{unequal}}\,\,{\text{real}}\,\,{\text{roots}}\,\,{m_1}\,\,{\text{and}}\,\,{m_2}\,\,{\text{then}}\,\,{\text{the}}\,\,{\text{solution s}} \hfill \\ {\text{of}}\,\,{\text{the}}\,\,{\text{differential}}\,\,{\text{equation,}}\,\,ay'' + by' + cy = 0,\,\,{\text{could}}\,\,{\text{be}}\,\,\_\_\_\_\_\_\_\_\_.\, \hfill \\\ \end{gathered}

A. (I)y=cemx(I)y=cemx{\text{(I)}}\,\,\,\,\,\,\,\,\,y = c\,{e^{mx}} B. (IV)Both(II)and(III).(IV)Both(II)and(III).{\text{(IV)}}\,\,\,\,\,\,\,\,\,{\text{Both}}\,\,{\text{(II)}}\,\,{\text{and}}\,\,{\text{ (III)}}{\text{.}} C. (II)y1=em1x(II)y1=em1x{\text{(II)}}\,\,\,\,\,\,\,\,\,{y_1} = {e^{{m_1}x}}\, D. (III)y2=em2x(III)y2=em2x{\text{(III)}}\,\,\,\,\,\,\,\,\,{y_2} = {e^{{m_2}x}} Copied: 11/25/2025, 11:13:40 AM

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